o:O:o
So we took every three numbers of the whole
numbers, and made a circle around them. Then we summed the contents
of the circles, which produces these two sets of sums. The left
side happens if we begin at -1, the middle from 0, the right side
happens if we begin at 1. The patterns are based on multiples
of 9, the left beginning with 0, the middle with 3 and the right
with 6 — the first perfect number.
One would expect reflections considered
‘typical’ of the 9 multiples (for example 45 and 54
— 9x 5 and 6 respectively)— but this is not what is
happening in the series. There is a trinitarian basis implicit
in our ‘base 10’ system.
Even though it appears this series is regular,
with the right following the left, the next image reveals in greater
detail the unique differences of each pattern.
The series contains a record of reflections
like rain hitting water. In fact, there are two essential sorts
of reflections: direct, as in 12/21 — and indirect, as in
33. 12 and 21 reflect ‘directly’, but 33 is an agent,
around which other entities reflect. As we can
see, however, this entity contains ‘a reflection of itself’
in all cases.
From -1 to 1000, No One’s
column (which begins with -1) possesses 10 direct reflections
and 10 indirect.
The mother’s column possesses 11
direct reflections and 8 indirect.
The father’s column possesses 10
direct and 9 indirect reflections.
0 : 1
